论文标题
关于潮汐流在动作空间的稳定性
On the stability of tidal streams in action space
论文作者
论文摘要
在盖亚时代,越来越明显的是,传统的静态,参数化模型不足以描述我们复杂的,动态发展的银河系(MW)的质量分布。在这项工作中,我们比较了来自宇宙博罗尼克模拟的Fire-2套件模拟MW-MAS星系的重力电位的不同时间不断发展和时间无关的表示。使用这些电势,我们计算出潮汐流中的恒星颗粒的作用,围绕三个星系周围的潮汐流中,每个快照从7 Gyr ogo到今天,每个快照的合并历史都不同。我们使用Kullback-Leibler差异确定每个模型保留的动作空间相干性,以评估动作中的聚类程度和簇的相对稳定性。我们发现所有模型都会为没有显着合并的模拟产生聚类的动作空间。但是,模型中不存在的星系相互作用的巨大(在输入之前的质量比更相似)会导致对受到相互作用影响最大的恒星的轨道错误。动作空间簇的位置(即,流星的轨道)仅由时间不断发展的模型保留,而与时间无关的模型也可能会在0.5---1 GYR之前丢失大量信息,即使系统没有进行大量合并。我们的结果表明,如果整合到过去,则使用固定电势在MW中使用固定潜力的流轨道反向整合可能会产生不正确的结果。
In the Gaia era it is increasingly apparent that traditional static, parameterized models are insufficient to describe the mass distribution of our complex, dynamically evolving Milky Way (MW). In this work, we compare different time-evolving and time-independent representations of the gravitational potentials of simulated MW-mass galaxies from the FIRE-2 suite of cosmological baryonic simulations. Using these potentials, we calculate actions for star particles in tidal streams around three galaxies with varying merger histories at each snapshot from 7 Gyr ago to the present day. We determine the action-space coherence preserved by each model using the Kullback-Leibler Divergence to gauge the degree of clustering in actions and the relative stability of the clusters over time. We find that all models produce a clustered action space for simulations with no significant mergers. However, a massive (mass ratio prior to infall more similar than 1:8) interacting galaxy not present in the model will result in mischaracterized orbits for stars most affected by the interaction. The locations of the action space clusters (i.e. the orbits of the stream stars) are only preserved by the time-evolving model, while the time-independent models can lose significant amounts of information as soon as 0.5--1 Gyr ago, even if the system does not undergo a significant merger. Our results imply that reverse-integration of stream orbits in the MW using a fixed potential is likely to give incorrect results if integrated longer than 0.5 Gyr into the past.